odd-orderThe formal proof of the Odd Order Theorem
Stars: ✭ 20 (+33.33%)
Mutual labels: coq, ssreflect, mathcomp
AbelA proof of Abel-Ruffini theorem.
Stars: ✭ 26 (+73.33%)
Mutual labels: coq, ssreflect, mathcomp
autosubstAutomation for de Bruijn syntax and substitution in Coq [maintainers=@RalfJung,@co-dan]
Stars: ✭ 41 (+173.33%)
Mutual labels: coq, ssreflect, mathcomp
finmapFinite sets, finite maps, multisets and generic sets
Stars: ✭ 45 (+200%)
Mutual labels: coq, ssreflect, mathcomp
stablesortStable sort algorithms and their stability proofs in Coq
Stars: ✭ 19 (+26.67%)
Mutual labels: coq, ssreflect, mathcomp
ActuaryFormalization of the basic actuarial mathematics using Coq
Stars: ✭ 17 (+13.33%)
Mutual labels: coq, ssreflect, mathcomp
multinomialsMultinomials for the Mathematical Components library.
Stars: ✭ 12 (-20%)
Mutual labels: coq, ssreflect, mathcomp
coq-artCoq code and exercises from the Coq'Art book [maintainers=@ybertot,@Casteran]
Stars: ✭ 57 (+280%)
Mutual labels: coq, docker-coq-action
chaparA framework for verification of causal consistency for distributed key-value stores and their clients in Coq [maintainer=@palmskog]
Stars: ✭ 29 (+93.33%)
Mutual labels: coq, docker-coq-action
bignumsCoq library of arbitrarily large numbers, providing BigN, BigZ, BigQ that used to be part of the standard library [maintainers=@proux01,@erikmd]
Stars: ✭ 20 (+33.33%)
Mutual labels: coq, docker-coq-action
Set-TheoryCoq encoding of ZFC and formalization of the textbook Elements of Set Theory
Stars: ✭ 55 (+266.67%)
Mutual labels: coq, set-theory
coqealThe Coq Effective Algebra Library [maintainers=@CohenCyril,@proux01]
Stars: ✭ 62 (+313.33%)
Mutual labels: coq, mathcomp
hydra-battlesVariations on Kirby & Paris' hydra battles and other entertaining math in Coq (collaborative, documented, includes exercises) [maintainer=@Casteran]
Stars: ✭ 38 (+153.33%)
Mutual labels: coq, docker-coq-action
coq-big-oA general yet easy-to-use formalization of Big O, Big Theta, and more based on seminormed vector spaces.
Stars: ✭ 31 (+106.67%)
Mutual labels: coq
RiscvSpecFormalThe RiscvSpecKami package provides SiFive's RISC-V processor model. Built using Coq, this processor model can be used for simulation, model checking, and semantics analysis. The RISC-V processor model can be output as Verilog and simulated/synthesized using standard Verilog tools.
Stars: ✭ 69 (+360%)
Mutual labels: coq
coq-library-undecidabilityA library of mechanised undecidability proofs in the Coq proof assistant.
Stars: ✭ 84 (+460%)
Mutual labels: coq
activerecord-setopsUnion, Intersect, and Difference set operations for ActiveRecord (also, SQL's UnionAll).
Stars: ✭ 21 (+40%)
Mutual labels: set-theory
immIntermediate Memory Model (IMM) and compilation correctness proofs for it
Stars: ✭ 15 (+0%)
Mutual labels: coq
FreeSpecA framework for implementing and certifying impure computations in Coq
Stars: ✭ 48 (+220%)
Mutual labels: coq